
Similar Shapes and Congruent shapes
Quiz by Hayden McMillan
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13 questions
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- Q1Which of the following statements is true regarding similar shapes?They are identical in size and shape.They have equal angles but different shapes.They have the same shape but may be different in size.They have different shapes and sizes.30s
- Q2How can you determine if two triangles are congruent?They have the same size and shape, meaning all corresponding sides and angles are equal.They have at least one angle and one side that are equal.They have proportional sides but not necessarily equal angles.The sum of their interior angles is equal to 180 degrees.30s
- Q3What is true about the corresponding angles of similar shapes?They add up to 90 degrees.They must be supplementary.They are equal in measure.They are different for each shape.30s
- Q4Which condition does NOT guarantee that two polygons are similar?Corresponding angles are equal.They have the same perimeter.Corresponding sides are proportional.They can be mapped onto each other through dilation.30s
- Q5If two shapes are congruent, what can be said about their areas?Their areas are equal.Their areas are proportional.Their areas are completely different.One area is twice the other.30s
- Q6Which of the following shapes are similar?Two triangles with the same angle measuresA triangle and a hexagonTwo circles of different sizesA rectangle and a square30s
- Q7If triangle ABC is similar to triangle DEF, what can be concluded about their sides?The area of both triangles is equal.The lengths of all sides are identical.The perimeter of both triangles is the same.The ratios of the lengths of corresponding sides are equal.30s
- Q8Which of the following pairs of shapes are similar?A circle and an ellipseTwo right triangles with the same angle measuresA square and a rectangleTwo rectangles with different lengths and widths30s
- Q9Which of the following pairs of shapes are congruent?Shape A and Shape CShape A and Shape BShape B and Shape DShape C and Shape D30s
- Q1030s
- Q11Which transformation can create a congruent shape from a given shape?TranslationRotationShearingStretching30s
- Q12What is true about two figures that are congruent?They have different sizes but the same perimeterThey have different shapes but the same areaThey can be rotated to fit over each otherThey have the same shape and sizeThey only have the same angles30s
- Q13What is the correct definition of congruent triangles?Triangles that have exactly the same size and shapeTriangles that have the same angles but different sizesTriangles that have one equal sideTriangles that have different shapes but the same area30s